Understanding uniform motion: are radians really necessary? | WildTrig
https://youtu.be/CnQXRdgN_7I?si=EiYY99i6mBOIyczI
Wild Trig: An introduction to Rational Trigonometry
https://youtube.com/playlist?list=PLIljB45xT85CyF_7bKd6y36VA...
1,231 karma · joined December 7, 2013
Understanding uniform motion: are radians really necessary? | WildTrig
https://youtu.be/CnQXRdgN_7I?si=EiYY99i6mBOIyczI
Wild Trig: An introduction to Rational Trigonometry
https://youtube.com/playlist?list=PLIljB45xT85CyF_7bKd6y36VA...
Can this be true? DNA is the information system of living creatures and as far as I know, it is not coded with 0s and 1s. So, how can we justify that "the world is built entirely out of digital information"?
https://www.amazon.com/Blue-History-Color-Michel-Pastoureau/...
I think "k" was also known as "Gaussian gravitational constant" https://en.wikipedia.org/wiki/Gaussian_gravitational_constan...
But the value and unit of "k" given in the Wikipedia page is different. Do you know what NASA document means by "universal gravitational constant" in modern sense?
This is what I tried to say in my comment. It's the author who talks about the truth of the axioms. I'm objecting to his claim that we end up with "something we can know for sure". No. Your truth depends on your assumptions.
... if the axioms are true. We still don't know for sure absolutely.
"The idea of self-evident truths goes all the way back to Euclid’s “Elements” (ca. 300 B.C.), which depends on a handful of axioms—things that must be granted true at the outset, such as that one can draw a straight line between any two points on a plane."
Strictly speaking, Euclid does not state axioms. He starts with 23 Definitions, 5 Postulates and 5 Common Notions. Drawing a straight line from any point to any point is stated as Postulate 1.
I realize this is a newspaper article.
Newton routinely explained natural phenomena with supernatural causes, like God. In fact he overruled his mathematics with his supernatural explanations. A well-known example is his rationalization of chaotic behavior in his calculations of orbital motions with “the hand of God.” For this reason alone I would downgrade Newton’s scientific status and say that he was a prominent researcher in the 17th century but definitely not “undoubtably the greatest scientist of all time”. Today, we would not call someone who explains natural phenomena with supernatural causes a scientist.
Yes, it seems to me we are focusing mainly about sets, not addition. Addition is secondary. Mainly I'm debating the title. The word "set" ought to be in the title too. I guess not a big deal.
As far as I can tell, this is the only reference to how they will create artificial gravity. Do you know any other sources with more technical details? Has this been done before?
But my problem is different.
Below I use the word “particle” to mean “a three dimensional indivisible unit,” and nothing else. A particle is not a mathematical point as Strassler suggests when he describes a particle as a “dot.” And a particle is not a wave. If Strassler decides to call waves “particles”, waves do not magically become particles. Ever since the scientific revolution we have not explained natural phenomena by magic.
I read Strassler quote again:
“In a quantum world such as ours, the field’s waves are made from indivisible tiny waves, which for historical reasons we call “particles.” Despite their name, these objects aren’t little dots...”
My interpretation of this quote is like this:
> In a quantum world such as ours the field’s waves are made from indivisible tiny waves...
This means that the world is made of quantum fields and fields are waves and not particles [particle are indivisible units, Strassler calls them “little dots”].
This is a clear statement. Strassler is saying that our world is quantum and it is made of fields. Fields are not particles. The unit of study of physics is now fields, not particles. There are no particles in this world because the field is made of waves. These waves are not particles. But they differ from the classical waves because they can only be scaled down to a certain length.
> ...which for historical reasons we call “particles”. Despite their name these objects aren’t little dots [they are not indivisible units with extension].
Strassler’s quote makes it clear that the building blocks of the world are waves, not particles. In this world of ours there are no particles in the sense of indivisible units. It is only that Strassler chooses to call these waves “particles.” This is just a naming convention.
If someone decides to call “monkey” the animal we know and love as a “donkey”, obviously the long eared cute animal will not become a monkey just because someone decided to call it “monkey”. This play on words can only make a monkey out of logic and create confusion. If we are calling an animal with the name of another animal we are only exposing ourself as a sophist.
This is exactly what Strassler is doing. He is intentionally trying to corrupt the meanings of well established words by loading them with new meanings. He is playing naming games. Calling a wave particle does not make the wave a particle. Then why call a wave particle? No sane person would call a wave “particle” unless he has something to hide and wants to deceive us or even deceive himself.
To me, if true, the fact that the building blocks of the world are waves is a huge and fundamental discovery because it proves that the world is not atomic and matterful as Newton assumed. There are no forces acting between particles because particles do not exist.
This is where the problem lies for physicists. Atomic materialism is their professional dogma and they need to save it despite the experiments contradicting it. But this dogma cannot be saved by using sophistry and calling waves particles.
Does anyone know when physicists realized that the world is not made of indivisible units called "particles" but waves? Is there a specific experiment or are we talking about the results of many experiments?
Isn't this called "equivocation" in logic?
"Time immemorial" is an exaggeration, right, as many commenters here gave contrary examples.